Find the missing value of x using the diagonals of a rectangle

The video tutorial explains the relationship between the lengths of RT and RZ, using the properties of bisectors and diagonals. It sets up an equation to find the value of X, which is then used to calculate the length of ZT. The tutorial includes step-by-step problem-solving and concludes with a brief student interaction.

What is the relationship between RZ and RT in terms of bisectors?

• RZ is half of RT

• RZ is twice RT

• RZ is equal to RT

• RZ is unrelated to RT

Which equation represents the relationship between RZ and RT?

• 5X + 8 = 2 * (4X + 1)

• 4X + 1 = 2 * (5X + 8)

• 2 * (4X + 1) = 5X + 8

• 4X + 1 = 5X + 8

What is the value of X when solving the equation 8X + 2 = 5X + 8?

• X = 1

• X = 2

• X = 3

• X = 4

How do you calculate the length of ZT using the value of X?

• ZT = 2 * X + 4

• ZT = 4 * X + 1

• ZT = X + 9

• ZT = 5 * X + 8

What is the length of ZT when X equals 2?

• ZT = 8

• ZT = 7

• ZT = 9

• ZT = 10